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基于SQP 算法的MIMO 雷达波形设计与工程实现
引用本文:王玲,张田仓,张安学,蒋延生,朱文涛.基于SQP 算法的MIMO 雷达波形设计与工程实现[J].微波学报,2015,31(4):66-71.
作者姓名:王玲  张田仓  张安学  蒋延生  朱文涛
作者单位:(1. 西安交通大学电子与信息工程学院,西安710049; 2. 总装备部驻华县地区军代室,西安710068 3. 中国电子科技集团公司第二十研究所,西安710068; 4. 北京数学与信息交叉科学协同创新中心,北京100048)
基金项目:国家自然科学基金(61471292,61331005)
摘    要:为了有效利用MIMO 体制雷达的波形分集能力,需要对雷达发射波形进行正交性设计,从工程实现 的角度出发,针对MIMO 雷达发射信号的正交性要求,利用序列二次规划方法设计正交相位编码信号波形。通过仿 真分析,重点研究了信号数量、码长对波形正交性能的影响以及波形与雷达发射方向图之间的关系,验证了该方法 的有效性和优异性,并与经典的遗传算法进行了仿真比较,最后依托波形产生系统完成了波形的工程实现,并且成 功应用到了雷达系统中。结果表明,采用该方法能够获得较低的自相关旁瓣峰值和互相关峰值,设计出符合雷达系 统要求的正交波形。

关 键 词:多输入多输出雷达  正交波形  发射方向图  自相关  互相关  工程实现

Waveform Design for MIMO Radar and Project Implementation Based on SQP Algorithm
WANG Ling,ZHANG Tian-cang,ZHANG An-xue,JIANG Yan-sheng,ZHU Wen-tao.Waveform Design for MIMO Radar and Project Implementation Based on SQP Algorithm[J].Journal of Microwaves,2015,31(4):66-71.
Authors:WANG Ling  ZHANG Tian-cang  ZHANG An-xue  JIANG Yan-sheng  ZHU Wen-tao
Affiliation:(1. School of Electronics and Information Engineering,Xi'an Jiaotong University,Xi'an 710049,China 2. Military Representative Office in Huaxian,General Armament Department,Xi'an 710068,China 3. The 20th Research Institute,China Electronics Technology Group Corporation,Xi'an 710068,China 4. Beijing Center for Mathematics and Information Interdisciplinary Science,Beijing 100048,China)
Abstract:To effectively utilize the waveform diversity ability of MIMO radar, the orthogonality design of radar transmitted waveform is critical. From the perspective of engineering implementation and based on the orthogonality requirements of the MIMO radar signal, this paper designs orthogonal phase coded signal waveform by using the sequential quadratic programming method. Simulation mainly studies the influence of the signal number, code length on the performance of the or- thogonal waveform and the relationship between waveform and transmit beam pattern with radar, the validation of the proposed method is effective and excellent, and simulation comparison with classical genetic algorithm is also presented to show its superior. Finally, based on the waveform generation system, this paper completes the engineering implementation of the wave-form and apply it into the radar system. The simulation results show that this method can get low autocorrelation and cross-correlation, as well as design the waveform that meets the requirements of radar system.
Keywords:
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